AbstractA characterization of strict sign-regular matrices is obtained. It is given in an algorithmic form which allows the easy construction of a test to check if a matrix is strictly sign-regular. The test is based on the Neville elimination of several submatrices of A and requires less computational work than those which can be derived from other previously known characterizations of these matrices
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
Amatrix is sign regular if all its minors of the same order are of the same sign. A very important s...
AbstractAn n×n real matrix is called sign regular if, for each k (1⩽k⩽n), all its minors of order k ...
AbstractA characterization of strict sign-regular matrices is obtained. It is given in an algorithmi...
AbstractThe class of nonsingular almost strictly totally positive matrices has been characterized [M...
AbstractAn m×n matrix A is sign regular if, for each k (1⩽k⩽min{m,n}), all k×k submatrices of A have...
AbstractAn m×n matrix A is sign regular if, for each k (1⩽k⩽min{m,n}), all k×k submatrices of A have...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
AbstractThe class of nonsingular almost strictly totally positive matrices has been characterized [M...
AbstractWe consider matrix intervals with respect to a certain “checkerboard” partial ordering. We s...
AbstractA matrix is called strictly sign regular if for each k all its k×k minors are nonzero and ha...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
Amatrix is sign regular if all its minors of the same order are of the same sign. A very important s...
AbstractAn n×n real matrix is called sign regular if, for each k (1⩽k⩽n), all its minors of order k ...
AbstractA characterization of strict sign-regular matrices is obtained. It is given in an algorithmi...
AbstractThe class of nonsingular almost strictly totally positive matrices has been characterized [M...
AbstractAn m×n matrix A is sign regular if, for each k (1⩽k⩽min{m,n}), all k×k submatrices of A have...
AbstractAn m×n matrix A is sign regular if, for each k (1⩽k⩽min{m,n}), all k×k submatrices of A have...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
The concept of depth of an almost strictly sign regular matrix is introduced and used to simplify so...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
AbstractThe class of nonsingular almost strictly totally positive matrices has been characterized [M...
AbstractWe consider matrix intervals with respect to a certain “checkerboard” partial ordering. We s...
AbstractA matrix is called strictly sign regular if for each k all its k×k minors are nonzero and ha...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
Amatrix is sign regular if all its minors of the same order are of the same sign. A very important s...
AbstractAn n×n real matrix is called sign regular if, for each k (1⩽k⩽n), all its minors of order k ...